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Introduction to Classical and Quantum Computing
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RSD 2748
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Introduction to Classical and Quantum Computing is for students who want to learn quantum computing beyond a conceptual level, but who lack advanced training in mathematics.
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Детаљи о производу
- Suitable for students with a basic understanding of trigonometry and an interest in learning quantum computing
- Covers classical computing concepts before delving into quantum computing topics
- Includes coverage of single qubit and multi-qubit systems, quantum gates, universal gate sets, and error correction
- Provides guidance on programming quantum circuits on IBM Quantum Experience
- Explores entanglement, quantum protocols, and quantum algorithms including Shor's algorithm for factoring
- Offers insights into potential careers in quantum computing and suggests further technical topics for study
| Publisher | Rooted Grove |
| Publication date | January 21, 2022 |
| Language | English |
| Print length | 400 pages |
| ISBN-13 | 979-8985593105 |
| Dimensions | 6 x 0.91 x 9 inches (15.2 x 2.3 x 22.9 cm) |
| Package Weight | 2 Pound |
Who Should Buy?
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Students of Computing
Students looking to gain foundational knowledge in classical and quantum computing will greatly benefit from structured learning.
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Professionals in Tech
Tech professionals wishing to transition into quantum technologies can upskill effectively with comprehensive insights from this product.
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Research Enthusiasts
Individuals engaged in research or academic pursuits in computing will find valuable resources and theoretical frameworks.
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Beginner Programmers
Complete beginners without any programming background may struggle to grasp advanced concepts presented in this product.
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Pitanje:
Како купити Introduction to Classical and Quantum Computing на мрежи од Убуи-а?
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Да ли је Introduction to Classical and Quantum Computing доступан за онлајн куповину у Serbia?
Odgovor: Да, у Убуи Serbia овај производ је доступан за куповину по разумној цени.. Introduction to Classical and Quantum Computing није доступан локално, али можете нам веровати у наше услуге експресне испоруке. -
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Quantum Theory Editorial Review
Introduction to Classical and Quantum Computing is a must-read for entry-level graduate students and advanced undergrads who want a clear understanding of quantum computing without assuming prior experience in linear algebra. The author explains advanced mathematical concepts very clearly, and the text is detailed, professional, and insightful. The author did an exceptional job in explaining theory, classical logic gates, and quantum physics, with practical exercises and solutions in a well-organised structure. The book features precise but manageable math, making it understandable even for high school students. The comparison of complexity for classical vs quantum algorithm implementations was impressive. Additionally, the practice sector had many questions with reading materials that were interesting and extended knowledge. The author should be commended for inventing a quantum card game, which demonstrates his understanding of quantum concepts. Readers who are interested in contemporary computing will find this book to be an excellent starting point.
Customer Reviews & Ratings
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5 zvezda
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4 zvezda
10%
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3 zvezda
4%
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0%
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1 zvezda
2%
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Прос
- Clear explanation of advanced mathematical concepts
- Concise and well-organised structure of the book
- Has practical exercises and solutions
- No prior experience in linear algebra needed
- Excellent comparison of classical vs quantum algorithm implementations
- Impressive practice sector with interesting reading materials
- Author's invention of a quantum card game demonstrates their understanding of quantum concepts
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RSD 2748
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Карактеристике и предности
- Suitable as a course textbook or for independent study.
- Covers classical computing and quantum computing topics.
- Includes programming quantum circuits on actual quantum processors.
- Explores entanglement and quantum protocols.
- Examines quantum algorithms, including Shor's algorithm for factoring.
- Includes a discussion of careers in quantum computing.
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